1. Tucker deposits $7,400 in an account that pays 3.15% simple interest. He keeps the money in the account for five years, but doesn't make any deposits or withdrawals. How much interest will he receive after the five years? I= P=7400 v=0.0315 I=(1400)(0.0315)(5) I=1.165.50 t=5
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- Carlos opens a dry cleaning store during the year. He invests 30,000 of his own money and borrows 60,000 from a local bank. He uses 40,000 of the loan to buy a building and the remaining 20,000 for equipment. During the first year, the store has a loss of 24,000. How much of the loss can Carlos deduct if the loan from the bank is nonrecourse? How much does Carlos have at risk at the end of the first year?Sebastian is going to deposit $790 in an account that earns 6.8% interest compounded annually. His wife Yolanda will deposit $815 in an account that earns 7.2% simple interest each year. They deposit the money on the same day and make no additional deposits or withdrawals for the accounts. Which statement is true concerning Sebastian’s and Yolanda’s account balances after 3 years? Yolanda’s account will have about $28.67 less than Sebastian’s account. Yolanda’s account will have about $9.78 less than Sebastian’s account. Sebastian’s account will have about $28.67 less than Yolanda’s account. Sebastian’s account will have about $9.78 less than Yolanda’s account.Slick Sam has a special relationship with his banker. The nature of the relationship is as follows: • The bank owes Sam $100 per year forever. The 1st payment is due in 1 year. • The bank will borrow or lend money to Sam at a constant effective rate of i per year. Today, Sam calculated the present value of the payments that are due to him as X. Sam can receive his first 16 payments at the end of year 16 in a lump sum. If he does that, then the total value of the lump sum and future payments at the end of the sixteenth year is X + 2,000. Calculate X. A B с D E 3,330 3,350 3,400 3,450 3,500
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- Aziz is planning to attend college when she graduates from high school four years from now. She has made an arrangement with her father to do the household chores if her dad deposits R3570,00 at the end of every six months for the next four years into a bank account. The account pays 8,5% interest per annum, compounded semi-annually. Her father pays and additional R5 550,00 into the account for every R3 570,00 deposit he makes. The first deposit will be made six months from now. How much money will there be in the account for Aziz to pay for her college expenses? A. R12 723,40 B. R60 773,69 OC. R51 596,74 D. R84 786,00Emma plans to loan $1,000 to her friend, who will pay a simple interest rate of 5.8% every year for the loan. If no payments are made and no further borrowing occurs between them for 13 years, then how much money will Emma' s friend owe her? $1,061.36 $1,754.00 $2,081.20 $158.00 Now, assume that Emma's friend volunteers to pay compound interest instead of simple interest for her loan. If interest is accrued at 5.8% compounded annually, all other things being equal, how much money will Emma's friend owe her in 13 years? $2,081.20 $1,058.00 $120.71 $ 1,754.00 Emma has another investment option in the market that pays 5.8% nominal interest, but it's compounded quarterly. Keeping everything else constant, how much money will Emma have in 13 years if she invests $1,000 in this fund? $158.00 $129.72 $2,114.01 $1,059.27Taurus needs P 4,000 per year for four years to go to college. His sugar mama invested P 5,000 in 7 % account for your education when you were born. If you withdraw P4,000 at the end of your 17th, 18th, 19th and 20th birthday, how much will be left in the account at the end of the 21st year?
- Jeff makes payments at the end of each year into an account for 10 years. The present value of Jeff's payments is 5,000. Ryan makes a payment equal to Jeff's payment at the beginning of each year for 11 years into the same account. The present value of Ryan's payments is 5,900. Calculate the amount of Jeff's payment. **we cannot use excel**Jim loans Frank $35,000 today. Frank agrees to make regular equal payments to repay the loan. The payments will be semi-annual for 10 years with the first payment in 6 months. The interest rate on the loan is i(2) = 8%. When Jim receives Frank's payments, he immediately deposits them into a second fund. The interest rate earned on the second fund is i(2) = 7%. After 10 years Jim cashes in his second investment. Calculate the final yield rate earned by Jim on his initial $35,000 investment. Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.At two years of age, Deja was given $700,000. The amount is put into a trust earning 5% monthly.If Deja takes the money in 48 equal monthly withdrawals with the first in 16 years (when the Deja is18), then what is the size of each payment? Of course, Deja will probably see none of this money sinceher banker is Bob Smith.